jgraph English manual, jgraph is designed to produce a framework for graphics so...

网络流视频包含了一些基础的概念，在此基础上介绍了流视频传输的概念，如

在多数情况下,集成电路芯片的管脚不会全部被使用。例如74ABT16244系列器件最多可以使用16路I/O管脚,但实际上通常不会全部使用,这样就会存在悬空端子。所有数字逻辑器件的无用端子必须连接到一个高电平或低电平,以防止电流漂移（具有总线保持功能的器件无需处理不用输入管脚）。究竟上拉还是下拉由实际器件在何种方式下功耗最低确定。-in most cases, the IC chips will not pin all been used. For example, 74 ABT16244 series device can use up to 16 Road I/O pins. but usually not all use, so there will always be vacant terminal. All digital logic device useless terminals to be connected to a serial or low-level. to prevent the current drift (with the bus maintain functional devices need not deal with the importation of pins). What to draw from the drop-down or what the actual device under way to determine the minimum power consumption.

C和嵌入式系统编程，不错的书啊，文件小

This volume presents the state of the art concerning quality and interestingness measures for data mining. The book summarizes recent developments and presents original research on this topic. The chapters include surveys, comparative studies of existing measures, proposals of new measures, simulations, and case studies. Both theoretical and applied chapters are included. Papers for this book were selected and reviewed for correctness and completeness by an international review committee.

项目管理知识体系指南-Project Management Knowledge System Guide

dc servo using dspic30f

给出求解线性多目标规划问题弱有效解子集的一种新算法．在不同的条件下，运用此　 算法得到了线性多目标规划的弱有效解子集，并在得到的解子集中再次进行寻优，进而得到　 弱有效解集中决策者满意的较优解；同时用ＶＣ＋＋语言实现了此算法，并给出了具体算例． -Given for solving linear multiobjective programming weakly efficient solution of a subset of the new algorithm. Under different conditions, using this algorithm is a linear multi-objective planning for a subset of weakly efficient solution, and in the solution subset of re-optimization, and then weakly efficient solution to be satisfied with the focus on decision-makers better solution at the same time using VC language realize this algorithm, and gives a specific example.

硬件工程师手册，华为技术，内部保密资料，可参考-Hardware engineers, manual, Huawei Technologies, internal confidential information, can be found

Ajax开发精要 Ajax开发精要-Ajax development incisive Ajax development incisive Ajax development essence

最大频率选择小波的实现的经典论文之一，非常有启发性-The realization of maximum frequency selective wavelets, one of the classic papers, very enlightening